@keyframes rwdcur259547 {
0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 9 10, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZElEQVRYheXWT2hc1xUG8N998zSSJVmWFFVojOO4TmycEGhwSgshC7emBAINZGta6KKkhYR01y7FkHWWWWSTEALNJmkhtMS7QEmxcFI3hOL8sRucxpXGsqKoiqxMnkZzu7h3MDGRNJLTVQ88hvfmvHu++53vfO/y/x5hN8mx2SgwhAJdVGF2ofM/BRCbDRjNhYdQ5asXa7cDouwj5yhmcDjfX8YKlvL9MFb3CqDY7s/YbAwTxzElgR3CuMTIaG+NzNKeYicGCkLdzZ7XcZA4TJjEx+hg3dfb0ndsywDWJLp7cYzYldpxAvdLmxiNzUZ9LwD6EWGBo8TfSAxME1aI8xginMNHGehSmF1Y/1YBZBAP0f0jxRJxmniFsEooiXOEv+IycYlQ2cVkbAsgNhslpl9/bvGTx347U+pGhmtsRL7sshnpukJ8htDCRUkrq5JH7MjGlhrIPZ3Cjx8rN0vnrnNskCIyGNhf40CNifIInicelVpU5Kvejy62E+GQNGr3OoK7Kj5ZYCDwRYfNLmVILnDHQEl4XBpRmQX68JlvTMhzXaBDnLKCeVxsU1zjhxNMloyVtCNrG4hHCIdyZt/xjQyE2YXeLjqEf//nojTxK/hLxbll9mGkTFtI+x0njqVfPep39IbtWtCWfeDAFJYluzmFcoO3rnGtTS0wXiOEScKP8Khk32U/k7AlgDC7UOWS81eXcFVy/zFM4l8Vb17jRidNQ4zLufCdeACdPEV7ZoBks/UxufBBSZozudT9FW+0aHc5NDjpO+XDBouniI8Te9m3BWAa1SVuNuSq1POTkiamNnjvOiOBsRojBYxmQZ6MzcbB2GxsCWQnAAVxvIYvV7EosTAmjV9bktz7FW/MI7KvgPuIh7Io65jeyhN2AtAirHfxBakh85LPnc2MfJQzP694bZ7VDerFOH5HeBLfz3WGdw0gzC508e46RuSdd9w8CciAlvPyn25w9johMlEeJ/4A37ONFnY6kIzhgQ/wGTpXcT4XHMVlOnPSdPS84q0NLnzGV5GBYhLvS21o7xqApPd6zIll7yw0l0Gcz1+zUfyD7rLEkopXFlUrnbkE0+JWBXaa01UMn5a053B+8g4usNShhu5y4eMH60sjRSi/O1iMbi7w5mantfL22oWfnzpw2c1vw+4AhNmFVmw21vajGEr7mG/xIUa6DErHooH1rpOnx9Zr+4o/oE14+6dJHT3au7aw5Z1aAO+8gE/bLLZ4FX86NjD3cuA4Bn9J8QS1z6vDhF/jb5Ia2rloB+0s6D0BuHJeamQTf76z9vtnfzb1k0sTRWvfUcms70G4wfTAEOGEJLrl/NpqtvW9xwniaWLB871nd+339N+J8ZQYfyHGe8T4xESMzZmXYrNx/LYK3hr1W4r34uEhX10ixkkxjovVvYMxNhsvxWZjpt+1+2mBitkuv7r1+fqB4uwFzC+zvsKHG7HCK2j1C+C24tG7y4MPjYQbZ2rimUbtny8+MnomH+P7jv8CeG2SWFjO7EMAAAAASUVORK5CYII=) 9 10, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEdElEQVRYha3XTWxc1RUH8N99Mx6PB9ckBqw4hCQKBlEQKKKSKagfUsuiopXYsG03FLHtpurS8gKx6QrCBrGABaoqxKJdUITaUtEPNVX6QRu1IUASgckYZzKEyWRw3ozfZXFfSGR1PGOHIz096b7zzvmf8z/n3HuDERKX5zM0kKFAHpaa+aj/xpUwhvPp0vm10vuyQGw2vFnqQ3TqX4bzcQAM+56V2bluqY74Xmx27Gr0eQmiwGCnlIyKYv0aEHUs4GD5LEjFWUMjLs/viJYtAYSlZoFuqXet4xnswuw16rW4PL9tAFtScLUL4gwO444STJXw9xJEV8pSIWVsW1QMbcMymhniPsITWMQcsYcP8BtChjbxbOn4DKG1nXrYKgNVZISfmYg/Us24cYJuTjeu4gDxYgJpltCW6uTfcXm+XdI3UraqgQy7iBe8cp4+1gumqogLxG/h24QHk+OYl2D2jwhsbAADNAh1lT5/a1GJTGK6eoiwD4cwh9sJB0sAezE97pwYqpRSGNeJA3PYnfP2GnnB3hpzE/vUwiHiIuER4qPEb0qjewaz44AYoRDW0e6+hjfwbs5fzzEVKCITGdMVsrgfd7o6GxolkOnrBJBabrrO+lmJ3Zjz2xUubTAo6G4Myl6aI7bT26I0M2aH2B0XQJwlHtag3sAfpM7Pc35/nlrGTdWqXZVUH0IXX8W+BDfuGTUhhwKIy/NVVMmyc+1ysYE2OtiTc+wcoWAyIwSEGWkgTUktWcX+0ta2M5ARqsRfneYqmxfwPTyM2Zw/tugWzNakgnQ3DhMfwDekurhrWCa26oKcmBE6H0ALd5VABhLTD+FEzstrfJozFfaaqSwSa5gh3FqO8Spu3m4GEFZRP4/3CrwmUTAjJfhKyZ3q23i2RacoLcaHCA/jO4RD0o75f32Nsx3/9x4sXGHxDP6Bv0g7QitpVT4ZuPTCefLIZKVRQuxht1S6rZ0AqKI4jf6gNFPDSRz3xT7Y6fFZj7Org0RHI+OGUC+1PsR7YanZ2wmAAt//YYM1bKyVUZ8tn3Z6T5ThdeBUn19+zGWIF3Ci1B4a4VaS43+/7qXSrtTKlRXWVpgrt6upBW6rs/s4ax0u/7nvnyc+Hhx89Maj9x2YfCssNdd3CqCNk8fwtVK730sAbsHlgsk67q/y9a+YPjpw6vSg/buLG63nmv3W/BsXbv7TSjHUOSPuBRCX56efWGpe/AluKn94V+rGw1fOSbcFfnCAXsFqzsARwnMS94Ot7I/crcJSs3sU76OJp/D47vD6i4FLHazidORfnQRvEJQjuTHKNmMeHPr4FM/gTZ4vPolPhoaPHu/Ze/dJKm3MdWhMIHsG7xARGsraHCZjXy5euuKcJ+Gdnqdflqr/cgtvDZz5z/px4tvoluyOPBuOBeDUJuelHHk1k5+QqFlv89Gx3gIhl4q3LQ2yLaUyDoANYuSnm9c/C+69PbqnIlH0i1roPLLY+DnhQ6yEpWYcx/71yJ654OJ9QfzxrdX3j3z3hse2e0P6HBMLlykqiLBEAAAAAElFTkSuQmCC) 9 10, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 9 10, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 9 10, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEg0lEQVRYheXWz29cVxXA8c978+xM7LGbxI7jcUwJTQjGlDQqBopA/JAKQhShCBAqLFggfmz5B9Bo2LFiUakSWSGEhIQEKipIBRXxQxUSpoog9BdRhRITZuxkCMa1J+PpeC6Lew0Bddxxk7LhSCO9+96Ze77nx73n8P8u2bCKoV4tUKCb1Zr9/xlAqFdzzKB8y+sONtC5XZh8CJ3pW4znmMMCTmA+1KujrxtAqFf5T8/ncQb34nT6//TrBpC+57c8LySgQkzLHCZvJwp7AqT8dtOyjF58DDlGRe8LjIV6tXLHAZK0MYt5wlsI95EdJnQJbdxIekWoV8uDt3kNAKFePYK7CWXCB8jmo/dhiewQ2aSYil0p7hhAKsB7cPbRR67/9OWtnXOETytKnydbSt5P4oOEj+IBsUjvDADGxCKbvae1M3rzO39fNFYaNVWiUppWyh4hfAjvJfssFvG+UK/uC2IvgEIsuruWMLnY45nr6FMKjOfwOcJC2me3SE/tB2CvnPWwgoemT+FBVLpcbfHAcUYKrnYKrd69OjvL5IWYknKKwph4glpZrbk5yMheEehgnfCD5RdxMSFtbtNqMJFx4iAjKGVfwHGsooL34wzhBBZCvXrotUSgHwGz9Yt415NJu4LlDjeu8MZq1NoJm4r8y3qhQvgtWQ9tst0+MR2d2R9AOQIEL2GrxfiTCesIWh2e/ytLsxwbrbjZp9n9BNmsmLoGrohNqxzq1fyVGtdeKUhdMDu7lF60V7l5LW1/DeNdWmtM4VBOrkIYTfALhDcTjmBjUNd8tYtjFhultNgWC6PXZiIXM33/NmtrbB1jouAfvVXCfAx/thmd0NjLy0FSiEXVe5NY0odPU80Zl0jaeAZXbrLa5FgBH8Mk/Ua8rm3E9f4BNpOJmV8jW8Tdcft8N279pHUBP9rmiQZzI2MmszMmRx42kn2R8GGcShPV8AApZx2cnCMewVw8jqfFxjyd3neSj2tdnlpj5gBHC46OStpjg6IwsAZSZ6vgTy1sX6K4FL+VlsSRZCX90oH1Z1zustXgXJVun9gt86Q1PECihgu/wVkx94dQeg4/Tr6N4gVcEtPRRbuLJmeOSF8aYi3sC6C961sDJfFQX8bJNlO/F1tVD4sjTJb9rdnvNF8OnZMHssrzV/obN9pbP3vw3ZVv4YWs1nxFIwMBslqzE+rVFczOYwfXk83n8PYb3PXdSFh6T49zE6Y6/aemZN/Dyv3xptjA6iDjvPpIto4Xz2FCHIO/gV++dfTC77JooQN/DJ5+fP0q2c9T1MrJeCOrNTt72RhmJJv9iRj6b+L7nP/aw1OfemKm1CphfDKaXLnYmSP0xHxvopLVmt2Bu+4D4Foff8Hy0ezbfb6S1ZqXt2dKj/4KOxtca7Oz0c+//vj6G/x7iB1m7+HkOOH8O8u/+O9p522F7ccIzxJ+SHjocH491KufDPXqUqhXB95+t8pQQ2TvoNqXPn74vHg1/0ue7Xlsmc8UaOG+A1mOPKs1nx7OtduX2SleOkk4yB+++o4DH0mT9NDyT9RwiDkc49ANAAAAAElFTkSuQmCC) 9 10, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 9 10, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfklEQVRYhe3WT4jcZxkH8M9v5reTMRlmt9tkuqPbuoSwLlRLaisiQjwYEan0UIpELyIoIl7qRb0Nc/HgwYPgpRTxoEWqgkoNWjxoLNa0JUYSkqhrCOluZhI242bczG52JvN6eN91k5jMbERP9oHhfd9539/7fp/n+T5/eFvelv93ycYdCM16jjIGGKZ5Ic03sZk1WsP/CYDQrFcxnZalNF5JIMppvYZe1mj1/qsAQrNewCO3/LWA98YHwwmyDnLREqvoZo3Wxv0CyEfslW6ZT+EL+KQslAS/xi/wegRkN/LQrLdtu2iAjazRGgmgMGJvc+vMs9+6/BrhGe/aVTI1QZYdxscwm4CWRVfNpPUWb6qhWf/PACRidVD4+rVh2W+vMpkxgRCkx2qopMf3p1/ljvvLRsgoC8garS46i3Cyz9Fl1oeUCwgdwpBQISxgXuTJvNvdN8rNozcTiM4zOFLCG5ucu8JTDyJbJEzjA6K/c2ygRlghuzjubsZYgJgHHkNos3oap/p8d0W3269gH9nTdhc/TzhCeBIfITsoEncK5dCsV0OzfldXjAWAypeQLTAJB9AeePV7fz/Svz44ZHZiWi3ngWJZnj2JOTyKWcJWvpjC9N1A7ATAQi3HKtle0djzHL56M584fe2guQkeLvHQLqaKCDlhGVWy+cgRBZEXe1N+uS8Ac2sDkd9V7I1flT6FmT5nltiD90wwW4IVsnY6OU02YzsS/i0qxpKQcL6DSi9q7kCywv6k0+QN1t+i8DBZJsIcPkHhbwlyJY1nRJLepvQOAKg8BF0xEXeSDmvp6gqmN7j4FoMZDpQXrPQXrA5Okq3gTbJ9Ig+Oiqn7XzLSBaFZn0Z1Ef3zuCDmx78kQCX0xPJkg6stpgvMlanlB+UOp3KznrhQTVbYsQUqZB/dh4kSLqYHB8kC7TS/lMbqDZYv8e53khcpBJGUeql4De4s3eNIOEQhZ5uAefrq5ziRAG0kEOfw6gY/WqJUYBikUGzj9J3a7wTAFfzsFLw/adm17f/NNF5KQBbxMlef37T81aVht9P/Pv4oVs2uWLZvk3EuyNH+DR59hQdQrIqR0BNr4THM5Xx4ktXA40O/enn9wtn1Ye/B1663n/v41C9tNy2D+wXwGMpDXEtv1rtMDEVOL4p5r3aT99W42Gf1us88W/4h2XeyRmvpK79fH6vhXSU061t13mUx+ip4BdPldyw9cXx9trRH9O5M4A8rZGWKgaFDOJ56gUujesZR/cBmup40OYsX9+cvfegTk09dmd81WF7jzAV8m9Do0O6v6kP2ZrLRAZG695Rx/cA5vN7DT/DCI8UXf/DZfV8j6x6tFV84JfLw2JBjl286/sbaiQjHn9IVG2I1vPcbowBsSYlQKnj+H416wy25/IPfaP35uRtKQzFKf1crrn7zy7VPpzNdMXUNskbrnr3BToqRTRprQ18UPbEisnrlVN9POzgkkvTH1272xJx/EufFPNIddfeOLDBCZh7f7a9P31B5aU925mw3fC4066dFvhbE0BsJ4J9zO4u/l90s8gAAAABJRU5ErkJggg==) 9 10, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEg0lEQVRYhe3XX4jc1RUH8M/vNzO/bMZNnN01m8wSYl0tJqsmYoMUoSVWqLa1UJBWKYrggz60feqLb8uQB0H6VpVW6FsrhYpKSguVSPsihBKaNLU2XZtol83OGjfJuI6TyTg7Px/u3WTR3ZmtqW8euAy/e+8553v+3+EL+oI2QHmtmua16uciOxmguIgy0rjVQSuZrn/+APJaNcXwKuUptqKL+WS63vt/ACj2Ocs+ofwmjOM6NPJa9QjOJ9P1ztUASDd4Now78ADuJd9Lfhcm8lp1+GoA9PNAV/AC7CT/iSSZknsj8CWz5BMkjbxWzVbz/S/hWdcD0bVdpM/8/OyfpaaMFdlauJVkL3mRpBKN2CGEZhRb81q1fNUAIogm7vtxezlTP894kc0J8hbGyVPyKUxEAONxDcUKGkgbuXTyoyal4x0unuGWbRTcbtkcGkFG3iVpoIm2ULozggf7Ul8PRPpPTRT3cse/nn63J0R4N7ZjD8nX8CjuxhT5JCobkN3fA7EXpN8l2DrBnl43bTy3aNMjI6c3D6d32FK8Xynl/S7LeUYyTpJiNq9VGwY0ro144M7bBOX24htUFruyFy5802jhftdn7CpSSSk5QH4neU/omplQwp8ZQA+T/ySk2FmcwA8ofKvL7CJZTilh5yZu2ETJTSRjIUFBlteq5fVmySAAKfnw9TAZ19cxhPPY3uHf9VAdlSKbC+FXPuFKaa5wTq5VnoMAVEiKw3AIbwh5PhfXLIqXmJ3lxhLVjEJKOX0Mv8SPApA8E+bIZMyrwQDixVFsLpeFgmpGpfNCdEfj5azNhdNhb0uB0RLVbBe9A7gXK52xuIrr8sZ6lAou/HC2xa6hqHhccD8sRmAtNC/SfpuRKmNDfNChnkzQ20pajrfWVLIeXe7nc4SIfkkox93x+0QE1cFhHL3Ea/O812YZ1WycZLcrM6UZbw8GEAfKDPlMWRRRiexHwolGtOtkRLmE4x0OnmGuw7ku/C5yLq7y2WAAMQcqJHOnCG6fjYpWxtR+fFUIy36hV9yH/3b95amF7uJC52mS+cjZdCVgl6lfDuwQX0B/xL7FwL0dI5V40oomjBXZsYVygeWcb1/SONVdeOlYa+jxe649ugI7ma5/ajb0A3C5Zj/CNTgjTJpug22TQg7sxAfL3HYtnYRzHfZlvrfPK/hDtHzddtwPwJLYRlvRhF34DS7cnB396bHO/qGcwpuU9uYUGmzf1CZtkc+RvCUEayLKaq6lpF8SnsUC2jdgDO9gfk926OAPRx94azJrvy/0pr+d4MgLSz2SX+Mwyat4M4rqovjJBjQQQASxkEzXT76N43j+y6UXf/bQ2KMkS6+Npc+9gotCMbzb6KX/ONaawknyP0XFXWGCrKtrI9PQ7/F9nv/Vw9c9KPaHJ78zcvDZos7Kc3kMv3i9uRvnSGZwOoDRijxrPk42BKDDdI8nkul6L5muL0Wh7cXMoW0YEUrmpXO9Fn4rxHxpldL2eknY95/RBmjHV8pOHbik/PfRdObwe71H8Nf4Sl5J8DXLb4U+BgfpjJXZSH3vAAAAAElFTkSuQmCC) 9 10, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 9 10, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeUlEQVRYhe3WT2xcVxUG8N+bNx6PJ85kmjqpJ6lM5JqoaoMR/yJkVRFkU0E3SCwqJATLrhHqDsmyhNRNkbqqoN11wQKkCgSqoBISZQFRKJXbRlBCWpJgMo0zSZzBccbPb95lcV9SkyaTSRtWcKSrJ9333jnfPec737n83/7XLRnlo7DUhknUkKOPPFnsFP91AGXwadTRKrc3sIosWexsfBwAlRG+qaOJORwo175yvxaW2vWPA6A67GVYajfLgJ8lfIbkAE7jr2IGzoll6X9UALctQRl8FtOEp+2pHlWpcGVAv3iZ8BqWSXp4J1nsfCQQwzLQLJ+TKo6ardMPsWidwedJ1kVC5oTpsNQ+hXN3y4lhHMhKgC0/ucjVnFogTZA0KHYT9hMaJLOEScyFpXbjXgG4hALdlbe3eOkclwfxzaQpknnMk3wOD2CvkrBhqV27FwCqeA+/fxF+nfH8Oa7kpCmNZAZfJSyUQObQKH1Ww1J7lA4byoHrDrLzyPrU/rbFzy/wxBRjCZVQUWhgH+ELOEsyI/JnLSy1C5EnG+gni527ykAuttih76M2hYcxlvHPi0wk1BMS0xQHSR4h+TKeIOzDDB4swTTF0nwo3p3SVMd8B5tdvIU1/H2Tdy+wI41f1dIWoSA0CY/hGRzBQVFH6mWsDxF0GIA61pGv45rS1XS5QsbyqmJj0JUVf8Ypwpfc4EN4vAw4W/55y3jDAFTELjh+Bq1aCalAT2zSX2ae/eHFZq+XH5cm39RM50xUdkvCbkIdj+IhLIjyfcsgt7O8fJ4+hl6GZRwTBfhSXJ9aK2rvvHT5W1oV7q+yZ0wU2KQbNUKDkOMQoV4Ot5EAXJfW6gNoHsJhPMjm7/Ayf+zHCXV4fFBxpst4wkSVSgFfiycP6yJzMpLcTTy4LYBksZOLHJg6g0snMIVHGJ9jdSPO5v3i2fxpk1c7hAGfmODA+HX/F2I2nBUL+B+tP7QLShD5Jk7CKzjN4BT34ZMHaOwWu6OF8Yzjndii96fsTA+VAU+KogaV7WUYOo5LyxewC4M+aZd0inRWTGZ/29kuYXWTN1f4+l6uDpCsiay54W+7II0CIDuPHUgfxhfFDljxQTccxHwJ4D2c2uLCquwrrddrO6rL23wVoiresFH0unulzIC9JeQaTlO8UZ5+vEp6H72mjfEd+cmDE72fJunZ773a+4VYoH4ZuHfzPXKkS+k3CM+JZa7NR9jdZbqiJrUOJzzZZr14AV2Sf4hp/1Wy2MmG+R5pYu0VS5Dh7bewf6ep/VEorsJqYOUazJFcK0+8LqrgUBsJwOt4H6/h3YXGcYcnv/Nipbq2hZ3EkbOyTr1ylFDxgVTV73RpHYWELuK7yGbSH7/y+K6n8f6PsqKywA+aLVEfLm9xfotd6aooPNctv4XLGzYSB2pRS18oeGr7/sK4zd9uqo0dxQZvro5ln/721JMiNXPxjtgd5nukEmQs3hwcTgz87A/wBleO8Zt+2BAb8QRO3Cn4vbDpPfzrSEV4dFfylyMz6WN36+DfAcSEzh60E18AAAAASUVORK5CYII=) 9 10, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 9 10, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 9 10, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzElEQVRYhbXXT2ycRxkG8N+st5ut62y2S+JkHTdK3SZKq1IoKpADqoKQWsGBCwiKKFIRUoOEhMSVi7XigLjDpUL8P9IDCHJAiEP/CRAUSCo3OCFK02KbxNjGWW82m91vOMy4sRLsdazwXj7v52/med53nveZmWBIxFaziuqGV310wvR8MWzsdqI0BLx8CziUMXo3wIcSQGWT9+XYag4bu60o73BcCZXYakIRpud7OyUwLIt+/qaKsfSM60swhjpqsdUc+38SOIBHcZQ4RThOPETcu4FYPYv1jmPYEkxgXNLCMcL9xH8RDuES3sVKnmcM3TslMKwCjfSIYxkAYSwD1lEjrme+Iz0NI5AzCg08iMNSNYoMWCasE9iREIcRuIRVHESDuEp8BPsTeCzyHIWkl7tLIEzPd1H8/LuXv7m8fONdwhThKXw6dUN4LC9BDWOx1WzcVQI5VnpXBuWf/njphWvtfgmLUmU6WCFMYpS43pLjJBeNreZobDWrW5nWdggsreKZ5aJy9kdLTxfX+hPE2Tz2A/go8YOEY8QGGrHV3CtVpS510WRsNevZuLZPIDGPj30Y96F5ZVB654fLe4trg+cIXyBOZD94Px4m1CRvGM8EKhmjlH/fZljDWmeMUL2EI6hNotIveW1l3CcaT6uNMECn6BDnUBBeT0+j0jJtTLYaW81umJ5/T7CbEsg7YQn1+1Gbwudyfm/c4J/LPDHJdVwdjFrpP6w9eAJLxLOEevrbopsdst41265ABVPHYTJ/3ZPc4HCPkTn2TdLps2eE9uBTxBXCQ8S3CBVJB2czidvadSsN9DPUkWU4hMvesx8TKHWZeYeIewK7S/UkSOMbkls/0HTQu/UgsymBMD0vZeNY8/Gc+Z/wG8kfL+E87rnOzAIjgWoZpSeTdYe6tJFN5GTaYXq+cyvOkCUIC8S+UbQlT6zgtKTpJWkraveYmeOZfYyXK64Vz7o6KBN+neu26Xa9aQWyCA/gpVd+T+9UzrzI1fhlrsZpSWZ/7zG3yP4RDu5itPRZ4hLm8pT/8xi3lQbGElS4fB5rctZTOC6po5EpVvP0S9c5PU93wH0jcDTPVUg1vC22WoL8v3hhBl+u4ITUDZelpVjJwOvmXEb7Ou+b45MNhD0ZeGFj72+XQBePEj70nAx+IAPN4E2WlyhdYE8557rK6fNcc8Mrb13p7fvY6C+e/1X7/BYYWxIoYYpYbZLKvYgL9F/mbfw7f/Tnaig+Xqu2X71aLF48UnTnbsT+WqE4+8e1j0i9syMCeyUrPjg+6ubB6yJvSMqqSz32eDeWHjqxe+novSOzUnO+hL+G6fmVrcDXs9wkYhcPoKSS8hj8jFOznBwv/fblkFy4hif7jJzrHiYeJZ7IG9RQ8CEEwirOYPFvKywv8j18fY8f/OVr+z9zph4WrkokejDboVyaSgfWMCX1yc4JhOn5Nn6H176Pb+Bbu7z4j//4ClbP9eO3T0kS78G5vu7ZzqrkDhelo/rQg2rYDssqsceLBSfX38VWs/zF7yysfbUTK7uxC384WG4//8K+k25uPm8Ou8Ru637XZXoj+DqvfZPl1xckh57FT9YGHalJC1y+WzfoTePVL9WferYW1j4/Ij5wrzOPNByPrWbtTm5J/wW9pKqYyYqcMgAAAABJRU5ErkJggg==) 9 10, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 9 10, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOklEQVRYhe3WX2ikVxnH8c+ZzE6ycbo7G0PMZLNp2i7ZsHRr68VSyyqipWxRqeBNodCb0osi3umtYcArLwQRRO8KYnvRKgpSS/XCrn9YtqBSZO2uYbvStNNNQ7LtTqeTyTtzvDgnNbSZNAldvOkDA+973vc8z3d+z5/z8ol9Yv9nC3vdEBv1Mqr5th0Wmt2bDhAb9cqW20mU8nUfy2Gh2dkvQHkXwWcwRkSYQxtLaKFADW/eFIDYqFdTcHASX03B4r8J5zNMf7/BPxIAFYwQZ/FN+tOURglVXMEqWrFRH0E3LDT3DFP6iOdt4p0Xf7ryi+67vUnCceIYsUx8BN8mfg1zmImNeu3jBhjBqTuaRcnP1+7rv9dvE65gzFB81IhH8V3iWcxgOjbqhz5OgCphfB2V2wql361Nd1rFNE46NszUMNOV43iceBLTGP9A1+wPIOe1it8fqmEUBzcMPbV2f+z0poTA4ZA9hAnC54kzUldUB/ndNUB2UsHSP6/nN7/EgTsK4Zm1qk6fMEQpoF/B7TglpeJzsVGfyENr3wCV/Hzk0yRxJ3EWkwXnrnFtnY0+E8MjhuIZ6d8fxxzxDO7KIPsCyNMtjpdJDTedAebx5y4/elNSIjJVQbyf+K3cIQ8ST+Ne4uwgiJ0A3kGbMLoIr+Tfy5jFBDY2+ME1+pFu5JbypLGhWcOl+3Aan8XdhFmMbQcxECAsNAssES8vwiL+KA3gcnJrFP2CJ6/xbo+JAxwuc/QAwV3SFD0q1UU579i1AsJCs034axfuxQPSyKn53wydRGuDiyuMozaUvEZFUjB2pHrq2mbyDqzS2KiXMnHpBOkkkDRxVUrHKqbyW+tdzr3BmSl6UdaqS7iOi3n3h0b1tgrkXFUzYOU8XPf+yWAmX9eyhxZewN+6PPcGbxfZd3gdL+Fydl3sVoGRrXCfgV/l1XEps6fxPJbpXU4Ve+QcLnSZeYtvjB0SXCEs5sDd7b4bBgFsVaZY21xZxXl8OSvwSlJhWerZT7Up2pRWN/zhtZVi+qHDnbtvHS7QykX9IRsE0N/yfP7OzZVujvRUul9s0X+H31ZDv3/0wGIPxyqh8up67Fxe73cOvdSa+/Gtw+ftUOyDADYrdxbHK2gWTL5AuD0FX2olphvovRdLjz14y/NjRyo1vJi1WpXKtWOHj5ZtycJCk5TWFRR/wiX8CytX+M38yOKFkIb/QZzo8eJf2g8QW1KFrOa9LXQGyT8QYBMiLDSv4tmn8Rp+iL9/cfQfD3299sS5iaGVG1IHjqJ8aX0uq/ZyBliWktYeFGPXNk/8CrHEz0ht+oVjpe98n/hr4gXif4jLD9dejY36fGzUyzsdQHu2ypbgmxYb9eqpsvXniFeJbxF/MlV+ey8fI3ux731wITbqpbkj4ZfPEnvEJeKJg16/GcF3ssl7Rt14siyenShdksbTnuy/4G16+YB3sT0AAAAASUVORK5CYII=) 9 10, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERElEQVRYhe3XT2hddRYH8M+9ee/l9RGfsWZCXqyxk0qnllDFGfEPRazuRKIynU0ZERGEATcuFFxoeLObhTAbFyqzczMwAy4ErS4sKgqCVrR1UVS0NE2NaZrE9DV57/b+XNxfrJo0L61xIXjgwuPce8/53vP9nnN+j9/tt2qh2Ug3I05yGYmrqCBFjnYyMbX0qwEIzQbUUIoJa8ji7xVrJRNT7csBUNpA8iFUkRJuLjCHGZITmImPVrH5ANAXg8N2kuECSJJH/5yiGpdt3QBU4jWM3fgD5qMvj/4S2qHZOB59rWRiKl873GrrpuQsJn4CNxBgB6FG2EV4hHA/YSeuj2D6LqVDuj1Yw+7FF2fG83PnHyAZjfy3sQ8HCAdIHiVcr6AsVVRoUwD0EU7OTnak758ZDkvZAZIBQkUhzhrpIOEmklvR7wfBbg6A4yS1MnzbkRyel5/LxvFn9KumfbakdQwTvsFABFaJHfTLAMTefvsTOIWRtvSNueH22WyP3nTElpRairBAcpWiAv0KCuqh2Ui76WHdm/Hl2TIFuznu6Kgcmd8rz2nnfJfRo44DuEUxD7ZiNOpiIDQb9dBsrKmLbhSkGPoaFuO37cVtHd48zbk8ViCBjDBOeBDjhO0kQ6grxFwLzcaqtu8GIEdpDmE2gmgpWC53+M+MzuTyJwJ68lFpMobdhNvxELZjW7xSF4baxgDEgbJwWjF9vOvC8N2LOzPl/83t0YOtPVzZQy25Vyl9AH+JNaMgsL5Wjo20y3QP+u/F/hhym4LpOnZmHDxdhKqn1Mv0payeBVU/XWAbA5BMTM3+g2LoDipmXQsn8VX8PdnhvWk6ObWEgTLFnlhZ05kLBF4agNBspK+Ir6dYwPH4fYuK4rYx2+bNabIQ11MYxHUx6SmcSiamVsXvtozAUXhFUcBdGIsAqnhbUZlDdFpt5aMnGb+Kak8Ft+H5mHzNBbUhAN9geYneI5hVVGEs3hwuvjFrMY3y0czCt2fyHY9urSXV9BhJ33rbsduBZDv2/BO9qUKAS/gAX+II6ix9zDFFgcrIp7P09ZdOZ3/a3//paKNyYr0cFwUQJ9cIaldjPufKY9HzOTIWWgW5z2xJsj8Ol46VE/62tTz0/HTnxKGFbHHw1TPpuyfyVcLbaAVWzn2nXsZdSGcYm+E8KlXqA3w9Q205lB7ed8W/bri2dwFeKEj6CNlawvuxXbQLIm+fYe41fBHRfIi3btny1dwyWoUmH8s5fLj1JPYRqi60W9fj2roaSCamZjG7C+fwFO6+sff1p+/rP/jvk52Jv05m/ecV0hj7or0bSyRLOOQXHtd/YrsI9xBSXljx1Usef5JwkLBICCXh4/vr74Rm4++b9aflB6v8LPmKXcPyO4SwTQgjwqc7Ksuh2RjZ1OTRnr2I/7//J3xHCH3CyyOl+V8j+Xo2dHPN2edKwnOj5ckbB5M7LjXA96RbgAwttHg/AAAAAElFTkSuQmCC) 9 10, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 9 10, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZklEQVRYheXWTWxc1RUH8N8bz/iLYWJbTuIxrhtFKCrBJVELKSAEIuqKXdQihNTuKjVKq25gndFIrFnRRdmwYQepikSLhFClIgQKQhCFKAQISUrA445sJ5k47ng8mcvi3hGGxs7YibrhSFcz75737vmf//m4hx+6ZJv9IFTLOfSnx3ZWqbX/bwBCtZzHMHJrtltZpba8VQC5m7/yHfm+cehPwLYkPTOQqC/dQNUF1EIbzaxSu30AknfjmEADi0nVj2JaTcyjk1ajVxAbUheq5UFM4WHR00G8ieX0v5QA5NPz/Bpd85YBYCwZKWEnYQb3kv0Lp9J+U/R6bYh6rox1AYRqmUhzDiP4k/5cSavzN+xOb50l6096uLwGUE+ybhWkGHZQ/Mef65XQbJeEDjyBn2Iv2S78DNOEMcJkAt0zAzcrw8voFOrX89mxy4wUKPb1G/QbPInHCEXCPWQzYrJOoZ0YvGUADdSPw+wqb8wxVWC8wEA2QzhIdi/ZIJ226PmYGKKRUC0XU/luDUAKw+I2mMbqKu/OMpwx2kcu3Idfo5iA7BYTcUqshG7n3DID0DyBa6dFPoZaXJzjDmzLM9JXNJD9DnuwjzCIu7FLTM4NO2VPrXgRNZgTU2xkhfk6k4W4tudhN51hsl+I3k8mUCUbVFsvADpP4e5uL8wnENMrXKix0uGOHAVjZAeTdjj9dpvVugB6uUSaE/AIZnBAJLiE4RWOz/GjnVyH7FSsiuwh3INPRAJviYH8ePfNZjruS5wRu0RY4bU5Wh0K7sejhBJGCHeJubBjvbLsBcDYXVBPBi+IyTgpsnEA5RbHLzGU485cojw0ySbEkrxPDOD/eree1VAtD4uN5eDohNiSPsR+7E0gzvo24vVVXq3z+CiF3FmyXOKr25onxTS+OYDUPMalbH5/jgN7xHvvHTH+J8WWMyteSy2WT6zqO7do+anR5dHRviZqZG3xhryhrBeCtZNP/uvuzkgyfFLMgw+T8U7Ur2Jgoe2jlxcP1xfaLbLR5PUyvtoMgO5l0sLpSXiX5stcauGfeB+n07F1rnzAVZGzffPX80dfWnj2k4srn+MznMgqtfpmADR9O1CcWsCFBufFKPy3IY4e3ZXvc+Wh4aWv7x+a96uShQeHGhdLuZPPv7c0iXNZpdZYx86NcyCr1IRqeU6M9uCn2Ck2+I7I+gMNVmcpTGCoY/qJbcXpdnid7MKeXf7zd97CkptMRhvOAwl543La+wJ/xZn9A6eXrtFHDFIhMNeEXxJaYo0UsZhVaq0tAVgj/bvEhH8Ffyh48beHxh57Zntu/jwudRvT+ats7x/HUZzD7EbUb0r2Eg4Rijl/WbP9x6cJHxNCXgg/EcLRHSE8Vw6hWj4SquXxXs7u6TY8i9d4canj92u2X/j3gNbMSDzl6hnCsStcD28n/dJtA9Ci0vEd4+DnPy68Y5xmK+bHW9c6y2KBvp1Vaj2N5bcqE/uGXD2UE45M5c+/fqh0OFTLY5s54BsTxXixpOZ6MQAAAABJRU5ErkJggg==) 9 10, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 9 10, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXklEQVRYhbXXT2xc1RUG8N+beXHGk8koOKnxEBOCKWmJWooSBESCCCGEypJuWIMQAkXddllrpKqqVDYsUStVVSVoBGIFokVtFoCC+B8hQMhUjqHG4xjHcUnijGee57K4bxoTeTyTPxzp6WruvHvOd7/7nXPuSwxooV4roIRCPtVMJhvZoOt7WTJgcKiuC961lWSy0boaAJc67GXrd37p/FXZpgyEem1I3PkOZFje4LXlZLJxxQDSTYKnGBN3PoRKPi6se61zNcHZ/Agq6/5v5uMobsB4/pRycf4gANaz08nHcg6sIp7/CHbkIr3mAFa+/17ozjXzJ8tB7BJ1cm0BJJONFSzlgVKR/tuxbwMf5SsFMGgd+CnhQZJH0MLf8Jm4ezgninNJPK5MrBF9fQ8koNv+OP/B0pm1Wwn32F78JeFpwq+xn5ASqoQRURPrs6avDcTAEcKzu1PFp3YxUWK+RTOQhRnChxS+wilM45jIAJzrV64HYmA3imczjp1mC2pDhMDIlr3KhV8RDmAbJsT0HNj/QABmsfYttrU52WBHgdEhKglbU9hLmCCsiLropnDfZjUQgOuwSpTdyVWmvmZ7Qimh0C0RqiSFOBpCK5lsdDZ0eDkAQr1mEf9DNo238PIqrzY4vxZzgg7JBOEmQjd1B+qSgzCQnsAU0hLuwH40W7x2isU2w8W9krCfcBgPYw/G835y1QA6ZXnfrYjZ/m0OZLjNp8sM4/ot/Kx0wC1bf6OUvIeHMNavV/QFkEw2Ov9P6ma+Yhbz2Iu1Fq99w81D7CkzXuKGIYaT53BAnzvDQCJc63rZIeq7S+xQPlZbfDJLGqgW2VlkbAsccbFaXjmATGwEqmKhTV28orRENk6scvwkcxc43+km4AjKoV7rycIgWVD6CbZ3m3BBFGEmtqC7RKKXcHSVF7/mdMbpNsK/XOyalw8g1GsVwtid8EC+6zl8jE8wI7KyEsO032D+ry3+MO/CQvt1vCmSV+4lxn4MjJCM/gIWxdNcwgmR+rJ4HOUILBH1MjXT9syfTt8/M9+eyGOkejSnngDyHC7groOFuEOfY5bFJbLXxeKwgLMpB6ua923LvrpzeOH9n2+d6Yym0//+7MKt6wFsxELPQpFMNrJ41QqHCmPiNeQfzGU8i0dxxysUClhb4/B2lX2d9FArVA9JTuAF8ZC6HzQbVsZ+R5CS/Me5uHMF6vjypvSNdkIhxXH8N/DFOZKESloSZXop5dlGvaEfgGW8YyXiP7XAzI3F5//++I+OvL87Xc4yzi6Kwpw7T7vrP6y4eJHN8t8bfVP0BbCIylTGF8d56WDp2D+fGH0My2dqxT+/Le+SuzCd8U1Gc00efDZfP0Uyl0w2mj1ibG6hXqvWCPt3Jn/pNpdQrwn12vhDw1bfJYSCEMaFcLgUQn3so1AfezLUa5tWwMu13/aYP/o7wjThFOH3teKZUK/dE+q1iWsZfDMb28nZuxPhxxWfHt5TvPdyHXwHzod7PxFSwl4AAAAASUVORK5CYII=) 9 10, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 9 10, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 9 10, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEb0lEQVRYheXWz29cVxnG8c+5nlxbzuDGjpXarkUcWtQS0hBFoQJRqqoSiE2RKkK7rARL/oeOzA4hsQCJShWoy4KEEAoUWCDxYwFpQUpKS4ASgZU6Gf+Yps7EnUzHd+5lcY6JaW2PU6xueKXRSPcevc/3vO/znnv4f4+w28tqfjpDBqHRLD5QgGp+egQjWx4VWA+N5r4CZDuI5+8ShxpG91V9JwDkOzyvfVAA+7V+YOy0o2KHd/8xYjU/XUtrMnRDo1m+H4DdTFjfBmIELbFFY277pMT10Giu7xtAgtjcZYlTmEEXF6N4hVCjKlKqpdBodvcNYEvcvPCVia+eOjo8StXBecIhHBIno4YVLGHlTiAGmqqan84epz7+YvuF/q1+Aw8SHsDDeAhzCWAq5Rut5qdH0yE2MPYyVicexZHlIhv6wfW53pPjX8gP1s5SnSfUcQ09dHBE9EaBlWp+uovObgbdC8CpT+MAdAv5L9bOeGqSvimsUeU4jQXCT0WTZmJ71nBdbM22sZcy5cdQm0SbG69u6D+7qn+raAvVnInajDx7GF/El3ESs6I36phKE3XnAGkKXv4z2i26nTgOS1cLf/z+W7PVrX5HQAjENpymqqeq5Fvyj73fCoxgcRVjdUZyxmcZx4nVfnbj+bdGbZRMHWBiaJLyI1THCPegRrXZ+x09MAggQ/1zcAJn4h5HP0V9ikNlwblVaiUzw9QPwKNUJ/E44WTafZaqeccAMPUjtM6LlppKKR8SO/2vDS4sUZbkpU1Bqh5VV/RBRxzP9+gNmoIMWQeHiWdgIQ5bK0l9GH/tMdHko3eTZZNaxSXCG1hMeXLRI3nKsucKlGgdQ5jEBP6Wfq+nCjwm+v7ed/jHModrqD6fECUf9Hbb4W7RRT6E5VYSviYW9HqSWNzyv/wOP77GUDhNOYcHCGM4LrbiPde6XQFCo9lDa/OLpGRlAf9MDy7il7iSILq41uPFN623+58US755k5rd7l456ByA/K6Ue73DkTG3O1qkSmS4jN8nmNUN9Z/dONtdL57AfWlFN131/isGmXAEs02xzfUTKVVPbEWJdfGLfOxgHMc3S4aD8u3K8hsbY0c/VstF91xJFb0jgBxnpjEEC27bKUsVmMFsn3s+RL2/SDUpCyNZWf3uqPAbtBPmwnYCg0xYYHRmE6Ck2aP92XpXP8K0LuNCxa/bCTjUVBVxRjbwGi551/jtCSA0mh2qK72o7bUO3zqenxt7pP6Z795dW7tccAO3/sRLv10vqS5RvawKK4TzSbgnXte21di1BenkWvwOnsAfHhz++TfPTnwNtVfuyr69suiZR9LaybUy+/srnfr9nzj4Q6rXCUuJey00mms7aQyqQInFl/Cr4/m5Z85OPB0azUVcee4vvcb36DXFE/oguhe7J7F5P1wRh3NlN42B34LQaC6sj4evf+Opw18KjWZrC5ir/OQSboqlvFpWhXhMbVp0LTSa7UEa/0tMHebmvVQzw159+uP5Y9X89Nx2875T/BsP2pjWGq0ErgAAAABJRU5ErkJggg==) 9 10, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 9 10, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEpklEQVRYhcXXX4jcVxUH8M/vN7+dTjbLMDvZrDubGEOapptgQ1tKLKUUqVqkUEQp7YOKL0r7VhTEN5d5KehLQRS0L+qDUkQoBhQFEYVSatLGYtv0D8kmXRZ3HNfsZrM7mc7O/q4Pv1sTtmlmkqV64TLDj3vO+Z7v99x77uX/PJJhF4ZmAzKk6Cezi/n/DEBoNjKMxuCQo5vMLva2CyAdtCBmfnXw9+0qodkYaL9tAK7Qfi3bbLsAbsZBqmAkj3NbMgzDQD8GqsZ5CAfjnAjNxth2AAxbhHfjKD6DN3EaK+ighdbNFuRACUKzUcFBwh2uZH8rSY/QI3kXv8NbNwNgoATJ7GKXMIYyST3+fh6fJnmgAOPe0GxMfyQAQrORPvFM+0eb6/lnCXuNle5WL00rmSHUCRVCFRMfCQBMPr6SV0p/XJ7RzytK0WT3CDvtIzyMBsbigXVDYxiDyTq8usHKsvyx2lK6o5SpJDUhRRAl6uNgaDZaiq3ZSWYXBzq/LgOh2ajioXFs5vTmNqz9bHmit775um6Y915+gvwFnEOlkEOsF2PDnJSDFhzFnksolYsP1bW+8m+W79+83EdYJUlJPk7YSzKNycjIBGqh2aheT5pBADKkffR7lDM8is/1ld5e3ddbz6sFgHCA5IuEe/AFkoewNzKRYvTD2BhQA2GBJL1zlJUOtVq0qGG+p3zq4jHHauzKWMthKp4N9Ri4h3fi/zK6QzNQHLHJJOG3ZzvUqqhjHksxv7kef1lmd8bECNXS/UaSBzETV+8vQEk/LNb1JKjGDLIpihpfwCramFO0pNIGz7eK0ru9wqEKwoP4FO4i3IeHMRlb+9AAekXY5FCIKzc7OBMBrCk6wTzO9ZhvsyNhrMR4lkp8CfeQHI5MHMHMVhDXq4ElRV5jYwcV6q2houiNpyOAoziAS+9xboGLdVbzC7hAksVE1qLVRPS5NpCBZHZRMrt4Hr9/7QxWKX29yKP/IhsrCqX3YRL3Ievy47aN9c0Fwot4GZcVnbPrSjH+dwxzFHfPU1T+ElpkaSzndmQhxXH8CRf7/vHz5U/Ot/t/w2t4Heejr44tO2EIAKH9SE1B9XScNW4RAZ1SyPGqguR9fOJyPz3+y+Xv/fXs5RWFBGUF7fPJ7GLnRhm4VzkGyxXltJ9/42y/qL03TqZOj4yuaI3518hot3fXzvyVanr6hyfWZ/BSZOGdZHaxvdX5EM0omXulzeE2owuYYuFUIer7xr+6lPvKnTu+bXok3y2ZwspP6RBeirA7SEOzkW59TwxzIfn704rd1l1Ai18cKZ/anxQ9OMNtOSdfXn+K5Cl8DYejdX2Luw/EG+pePx4DPYefTFX+/J3H69/4QSO7sKRgYg+mz/SOKLbZNOEooXMNVx94TQ0F4ASewQu3jfz6iUfGv0mSr02Vnj2nuCDWsedinq6+3c0wR9IqmpSrNe9d6zk31K24TOjz7Gaz0VRsyC663/p+690n10O2it3YeeiW/sSXx5/GSZK3rgLQK+6WNz++u/VDaDZ89UD2h+cIzxOOEx7dlf4zNBv7Q7NR206wGxlTu7j0QCrcUUve/NgOx27UwX8ATjabeamcFpAAAAAASUVORK5CYII=) 9 10, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 9 10, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 9 10, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUUlEQVRYhe3XX4jcVxUH8M+d/WV2My5xm0y2mSSubUzTJYRmKTWUPtRKgxWpIC2lgr4UH3zwqSgoFRwG33zxRQSh/qMVjYEWBKW0KqEPVVIoaYglyjYUu+xsJ7uzm81kO7s7M9eH+xta0uxmdlvriweG34/7u+ec7/3e77nnDv+3/7GF7TjFWiVDhnao1j9eALFWmUAZa8QWYS5U6+2PBUCsVW7Dbe8bahPnCG9tl4nCFpIXsfu64RFCKT23Z9kmCQsoSSB7+dxO/rWQJ26jiLWPFECefNR7DBXyXxvjhEdT4jhDeCZU672PFIBEaeF9c76AJpbxZUzkLCxjItYqF73HUnsrotwIQD95Eft/+5PGrx99YvfZ4ieyFUPxpIieZWKPMEmcJiz1nWOtsoL5QZjZSIR9x10oDF3uZq/+snnCiJPu3MmRYSaKu+wt3kt8kHD3dYsp5b43tY0AtHMQRYyO4bOXu5kLC9w6xFhGOWMsEDxAHMXRPHHfirmWtg4gp24FLXSuobgb767xwtssrNGOhAKlgPC5xER8mHiSeNiApbkhwlCtdzCDxgyp0BoorrLYSOE73Xx23IeM8BjhCcLXcEJicHsAcsugjkYLB3Ev9q5yYZb5bl8ta4SpBCSOEMvEh3Ay1iqljYIPAqCE8W9i/GGpA1zE3/G3Vf7YIAQ4lHQQxxIYk4RjxM/j/lirjG4XAOKTn/6SJLH+rpbxCKbWOX1Z91pnJW8rc8SDhAlpC+4nTuGejUDcDMAKYU6GS/nsURzBtHQwl9YNnbsyaTjcZSQ7bCQ7SO8t/BtLhAPJM5ZjrbI1AKFaXyP++OwfcA5vSJvSkgq1iS/ixDoLC4mEXrcfdlaSbYvYZ+gDohxgC0L7n1iaxgTGMSaJb0Xqj0t4c5XfN7QXuy/T+xPxZcI/iK8TmrnHB5rWIO24+UmMHcwTXsL5/MtZ/C4HNYXldX/5efO+2UbnHcJVTBPOyfm60Z1hEADZOqkNzeGMtLsdqSSnpEN3Fw5xfKGb/ezZxVqz2dmbr3oOs6Fab90o+EA3oq8Qny9JW0C6E01K9I/kaWbwCouvpXOjN5719jw+Vq2Ud/woaWmD1Q0C4FPorjDUk1Y/nj93SaKcztLLZNQa7rZeWurMnbnaXb7lz1c6v/hqedOOeFMGYq2SfbdaX/9OvtDhPG+hiGO4B9cCR29FgU7vp4TfYB5zoVpf3iz+IAwc6Z8/Dan8m8eHLxw/v3psz2vcXsJ8pPAuh3fOEF6SpNqSZPvhLNYqD7xJjEXxFPEbd+w4HWuVux8vF965SIx3iXG/+K9bhrqxVnkq1vYd3Ur8Qarg6KFRzq9x5s4dzz399fK3cenUfO+H38er5/nrLM8tdgvfe765h7Dt/wg3tFir7P4W8b79hWeu/3aA1dPEF4kvEJ8+kF3ZrPF8GPvBBuOnniI+S/wVcTx4+7+RfDPbt4ernyHu5HWpA27J/gP15oZKhXCksgAAAABJRU5ErkJggg==) 9 10, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 9 10, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjUlEQVRYhcXXT2ycRxnH8c+83qwd195sjGO8iaGhRFWoWpOWNiqggqiEuPRQIQ5IHAtShQAJqYij8amqEAjBBSEhhASXHnvgn1oagRtUBIFWaRKgBKdy463juPZ2s3E26x0OM66j4Ow6tIG5vLurmff5zu95nt/M8n8eYacT42ytQBkFOmFmsf0/A4iztRKGc/DN0Qkzi813ClD0n8I2waEUZ2vlWw6Qpb/RvNItB+gzurccIMwsdrFZcCVUUM3Pd7qBHRdhgTFM5J86WJUUWEcrg777ALnQDuNutFCXFBkiNgmNDMNWSjpY3wlUT4A4W4NpPIJP4g7iMUKd+K+0PDZwirCel7UzaAeNMLPYE6BfFY/gS40fXfhK5asTTJQIDrnYSSGilzFH+AjO4SSaRKhnqJ6G1a+IpjFdua3DK8uMFYyXObCL95YYGZiWUjNF/ADejwqhSjiISlbx5gGy+7WxYgFrbZp1JiMbGCoYxIBP4D7iJPFDOJhBJvP7R/5bBcqoE3/8ZgsrGFvnjdeTL44UjJUYLSGOU0xL7blpXCUMSY55wzj9UlAitJbhDJ7B99Z5dpEQuRppdhDnU0eo4oGUjtjwdkpU42xteDuQXgBDuA+fbkEDx6WkzLX5yXkbpy/N61ixe+Ao4UEcwTChINwlyV+R2rOMketrolcXVDCOdlX+1MlIbRxvGzi7etAXxikVjIWSZudu7SgBOEz3NYpODt7OGx6SzOvGClwj1SrWuvJe7pJsqCmV2AMdTq4kO9iI3DaAeCfxMLFKmMRUxt825rYA1/j/KRTVTYD9Uv+v4GE8isNtTiyx0SUEdhdlHEkA3ieXbN451x1gvWpgOSuwsHdEOgXulJI2mWe08vd9bf6yTOyyC6NFOfvAVI6Rrdu1B1tvgHzlWsCp0838aS5rUpeyeiKrsR+lNs8tEQaoDVHbNU74LJZy4Baa158PvYyokIR+rILuSfxG6oZ1W3XQzCHauHiVV5eSQV2O8uylrObydodTry6YwmfwxQObGRzLK8q2DuOWVJwNHMKZNu0F9u2lXDyZAf5j5zsBGCZOKRXDCltt+DFve6Q56bQoZbgTctLavn/5QvvqkaFjTzzfavSI0bMIG4Q/i5H7JU/bXNHhzZ9xeh6/w1yJuIeJUef2DjefGi3//d47BlePnbvycK/g/RQ4j2dsxNut+JqqZLQnEtpielhbZc/FDR7Zy6Ho9g9e+eE3hZ+j8xBn+90HenUBnMUf1v4qSX6Wt/5Eff9I4+WQ0n8arV9Hnr7IwpUVwuZdsWmr928eIEN0CdXzMM+ZFb5zz+AvJj81+tAP9oT6Gvbhb/j985e6hN/in1mrvu/f0QQcfwt/XOeX9w4++63PjX0D8xu7w7dfxYDULq21bvHCi82KVPUlqUf6/nPaCUD9p3juw4O/+vqjY4/hTJhZbLy42P1uGC06e6SmeA9OvnT5QXxcsqflMLO4fuPX3sT46IHiye3O8qfuGXzhEvEfxKeJX54YuBBna4/H2drwuxK433ji6NDBz1fCpfuDuJuXcLTfHfD68W9+Y5uBqPwPxAAAAABJRU5ErkJggg==) 9 10, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 9 10, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 9 10, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWUlEQVRYhe3WS2xc1R3H8c8ZjwfHHczgOMGTGou6akhRiEKIaOmm6mPRTdRVNyzCpoJ2yabdYc2CBRICsYRWQlWFRKQoC6JKbcmCJjRdBMlUVJAG161w8MBkcCbOxB7P67A41yWK/ErSwoa/dHWlc+49/+/5/R/n8JV9ZV+yha0+iJUyDKGESSxhEbUwXb1tgPwWznMYx278LL3jvwh/RgEX/68AKBELhH04QCwSDqCOt78IgAJGMEacTM5jk/ADYilWyg0shunq0q0C5LaYb+N7xJ8S2u4eoDhQJB4i3IUDmIyV8uitAmyYhFn8x/CM4/Wf++VuJoa43GN+lV48j/cIfye+STgvqdG9GYDNFBiWQnDmn+92eL1Gr8edAxQDKTF341HCZPb9aKyUC9dtIh8r5UKslDcM9boT2Q9rc+0PcP/pDh9/xOO72JlnpTuqHQ/SnyNksKGN4ax0i9n//WzNLpo3lu5GCqyNt1Bfxsoyznf43SXaMalwRyiSG0oAYUrqF1nSGskg1hTJZ/PbAuhe965dzEg6LfQ7nPmERpfV/gLOpl32x7EvczicQUxIzWtNzYIbbF2AMF3tSxWQg2/hTgxOYBSdNicXacU9qU/4OuE7+FGqkHiIOJ5AYjGDIAvHdhQQpqvLkoT5KVm5TKCGOSx1OPGpzrXeA3YO/EoIv0jQYSLBhCmME0Yk6YeuU3ZrgKwMc8T2R7gqW2JKim4BH3QNvtk46GsD3FtA/CEeTU1LiZg5jwV0w3S1daOfzTphPz3hu4cxCBd8XpyF7O/lDm9UObQTDsrFRwzmWI1ThLfxJ0IDjfWcbBYCaOLiX/Ap5hdYnc0gljIl4FSbP9TFVq+dnPdrqWXH4czHgnXivylABrGIs79BT0rEAdLB3KZTx3ss1TDTEV69XBQhFDBLOJc5b2WJfXMAa/YQvjFEaZL8mCR/kQ7q/QRXb3Dlw64LL3zS71zrLRD+jf/gQ0nJdW1TgFgpD2H/90kJeFQ6fpbSvlpSWt8lVckCerVe7thv63tPvb9yFqdxcaPds/VxPIL7xkjXklKG/A6NJqNDn68Qm9yNeexe7OefPN44OddtfNsGybddgDb6Y6QeNyt1hmFWmpT2ocVsNWfh4ULtSld7ZqXfbPZiV7275Er8CV7ezMF27oSHPVM95zFJ+tOs1FNK53HHXubnGHtq1x93FPMNKd5n8FaYrs5ttf62kvBSGyeon2CmzqnDO2ZfDUnb+Qt0urx79tp+aeivGeqe64/m2wFYuIrLSxzD89/MHz9ypPTr0ztztVl8jFVc+0drD/FvGUSLuCx1jNsDCNPVhSfwHN64b+C13x/d9RROXRj07ItSXxjEvVf6uZNvNY+gTqwRuljexga3tgIxx0vZReO/tj9vdYZ4jvgO8ZWJ/NVYKT8QK+W9sVIe2WC5W7Kn1xu8Z4djx4gzSft4dCx36X/pdDs2vrfg6o9z4oOl8P49Ozxyswt8BurZnmEKKUnqAAAAAElFTkSuQmCC) 9 10, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 9 10, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXklEQVRYhdXXz29c1RUH8M8dP9uTqTGxY4zHMSFSUxOgohFBVARQKwQsugA2lbppN62qoqp/AVKtWbGulEVVVeoPgapuWsGCDVURUiuyQAgBCVVJkJsEj4mRPXZcMzN+824X95k6wbEHMJV6pKf7dN+753zv93zPue/x/2SxUa/st8/QZ+AMNVRQoBvmmu3/CYAy+MgOj9r7AaIfSoe2jVssbJ//0gFUMInpcpxBFdl+aKIfB7Xy2rIM95RAZmKjPv4lA4hQlOMo8ThxCuNKZmKjfvDzAsj2fiXAKcIDWCNUiS0sYqL0kcVG/Z/IkYe5ZtEvgH4Y+Daexg+ID+EpQg0ncJx4Ao8Tj0jVMlJWzhcHEBv1IcLd879c+rq8oDZwwoAJ/Bg/Iz6Ir2GMcELSxfWa+fwAcAxXJ5p5xYUVbh/k+AG+UskMhxnCKUwRK1JlVKS0VPqtkL2oOoj2yCi6Xd5t8q0Z1jOu9rjJtOXNaUUFcZUwgfexjrX9ALCILF8j+wirHeYvc/gwFzbpBoYGaBdtwu1Sm64TNwhFbNQXyrmtON0w17wmwK40hbnm+3jxHTguFV6rw98/oI2VvNDuvYW78D3iI6gRpnEv7itXbeli9HqB9pOn6ofK5UcwhfkOLyyRxwpGDIVjDlRGVcwSZ9PbsZrejkeui3eNQPeqggqqJ0mdv0AXR7G6yV9W9D7uZYrIgQHGBqmER4gHpZ5AEmd1e8ztAu2nD9QmMryBc1go3bVxadPqb1tH4nq+ZgjDgUMZwjNS0hDyHd32AyB1tPCYKi5jWcpot9zfMsOLudXftEYtdxNDcHNWxQ9L+jdKuFt2TafsRwNnm+vlXbe8hkogGT0cbOU2T3/Ev9p0IkWBMES407WVVpSAPrFdyzA26iM4v4z6FUk+RclEDVVGu2kcHMt5u8WTt7LUQzxDeGXbJtfDXPNT6diLgSrR+Nbul6UqOJqeGPXfr4UaPu5y/goxIixgvoRsp+D9AMgJ7efLu3TulauOSp3/WAlgogT3+45Lv1gqVlp5Jh1YudQZd7S9AKyjOETK+wL+IVXEkMTIJFoSA+fpLrDxYa9y7rnlH6228pPYuNHu2UMDYa6Zx0Z9chqdFsOv4x1J0+PEi2XPm80YqVkayNu/mt2cJ3ivU7S/+fq/N55+9OaLu8XYS4QZsqZ0wsyu01pP8Q+3y7NwHIs9Hh5zy7296jMrvT/h5ZK9i7vtnr1TMIO1MziAgSpv4dljg2fe6JWoLmMysvhJmr9DnJFku7GDz88EoIr8KDp4tc25k9W/nv7+xJOnJypXXlvkwpv4G/68WjbfeBfhDmn3NxRfvwDWSBr7A169Z/ilnz4x9l1cGZ8e/PVrkg6NYCFnvo3QKs+CfflzEhv1qTrx0ZmB56//yrkz03kpaTFuEuN91RgbU+/GRv0nsVHfl/hb9vMbzP/xReKbxLPE392WrcZG/f79Dr6bTR3i6leJd9zk7Dcmw6nP6uA/FrqQMGP05GAAAAAASUVORK5CYII=) 9 10, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 9 10, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 9 10, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWklEQVRYhe2WX2hbVRzHP+fmJkvSrE3TNG26WlodU4eUMhTn6FCkbA8+OBhj+BcfBEFlDz7oixqiDz754IMy9Fn0RelWBAVhDtz8s1mHQrfJiF07mjRmNdbbNL25yfHh/OKCTZsU/73sB5d777m/c77f3+/7O7974KbdtP/ZVLuOOp20gQBgATUZ9lQq6/7rBAQ8Iq820C9EHKAE5FUqW9tg+qZmt+kXlHsMuBUoC3gQk42oTieLAFsl0m4GosCQEBjCRH9NSHjiNivPHlBql0i7GQCICrBl5ulhYA5UsAG4gJEEIdfSrHacIq9n5y/Orw0DnYALuh9UDFRYxjwhmMDUSkCnk22t3ZYE94J+NmZ5jz8Td6ygbxL4EbgiwC43ZPAw0rjAckOAHlBuJktLljqdnPg6Ck96Ndv6vhjFrT4Fusssquup/+uaCdAxTHaCmO0b0enkuvV9LcAt4GMCTp9RvgoZF4aC9+NT10ENADmgIlMc/uwVqixk/PKtCtTSXzjVRoxWRTgIeo5rjLJLYqECxSLs6D6G34KV2peg3gby4uGwvgADmK27LuOtJHBAfTQ3jVE8B2SAomtIxG0IW+NQOwx6H3AXsLNh3XqAsnPYWg2oVHYJmHwXAb8EXJDnyhqczoFPAURB9wlIHJgA9oIewvSNMOA2a9ubSiAtuPM8sLgAfUFMK8pj2k7BhUwexrsnCPkmqOpJIAIqbqiqn4EfMLui3AyjlQRhwB4HQmAS2G8guCJfd1RgpghdFsAhE70GOAAclhkAiWa9oVURBoE9I0CnDdwNDMgsF7PJfgJyLvAL7OuFUjUHeoyID5zaALBf6NZkvVIjQKsMRIB4B8AYcAfmV7RH7pZ42MAZF/3WItVVz6VvG3TbEFIAD4pXqVnAGxIQ/QcB61BECAwARYklJmMBQ6yaBxXw8J35bQhLUrbdBnQGo3+gGc5mEsQFbgkLs/1mMA22gNE/iklqXiLJA14FPs/BeAJ+rRZBvScEOmV2awLSMgMyoVRZBn+9lksyGpAsJMy7imFYhIFPXa6eztXCR6PHe3v8S7Kso1LZdTuhqQQqlQXT423gsd+B1YIAjgqBWbmKQNXH0u6O8rmRYGG5t8P97LbgwvO2nv7wu5UApitmVCqba4a1mQRF0GFQNkgL84AlyBXhHLA/Dx158A/WiD7U4dwTss6C+uognDwIC/UApaE1tQ2LUKWyJVBzwPvfcKOCLszCO7cHzh8HLted85rCuZX6gdU2NKnz3vRg0qoVu8BJf93Rhsv3hc6+9mjPkVynWnAwYS66UJouR0A5wDSmUmqYo9nfOjUD8Arob0FfOhC5qtPJp3U6OfzILv/LT4A+BXoG9CegXxrb9ma7J6EtWQ/oF3cHTuh08gGdTu6sj98CaydAT8l1Z4jsPw4u9qpOJ22dToYbB/cmrakp0IugL4I+lvBdlwb239gHD28ffS5qrWb8Sr8x4p8/daTrha0S+APqH4VQIeH43AAAAABJRU5ErkJggg==) 9 10, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 9 10, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 9 10, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 9 10, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 9 10, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 9 10, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 9 10, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,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) 9 10, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,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) 9 10, auto;}
}
div.testarea{
animation:rwdcur259547 8.5333333333333s linear infinite forwards;
}
